| Literature DB >> 18577216 |
Elias P Johansson1, Per Wester.
Abstract
BACKGROUND: Carotid surgery in asymptomatic subjects with carotid stenosis is effective to prevent ischemic stroke. There is, however, uncertainty how to find such persons at risk, because mass screening with carotid artery ultrasonography (US) is not cost-effective. Signs of carotid bruits corresponding to the carotid arteries may serve as a tool to select subjects for further investigation. This study is thus aimed at determining the usefulness of carotid bruits in the screening of carotid stenoses.Entities:
Mesh:
Year: 2008 PMID: 18577216 PMCID: PMC2442122 DOI: 10.1186/1471-2377-8-23
Source DB: PubMed Journal: BMC Neurol ISSN: 1471-2377 Impact factor: 2.474
Figure 1Schematic algorithm over the inclusion and exclusion of patients. All patients that underwent a carotid ultrasonographic (US) examination between 2004-01-01 and 2006-03-31 where included in the analysis of US indications. The patients with a carotid stenosis ≥ 50% and the presence or absence of a carotid bruit in their medical records were included in the analysis of carotid bruit statistics.
Demographic data
| Carotid Ultrasound Examinations | FoundCarotid Stenoses | |
| All US indications; number (part of population) | 1555 (100%) | 356 (100%) |
| Female; number (part of population) | 695 (45%*) | 120 (34%*) |
| Age; mean (range) | 66.1 (5–91) years | 69.1 (28–88) years |
| CVD as indication for US; number (part of population) | 1176 (76%) | 281 (79%) |
| Bruits as indication for US; number (part of population) | 100 (6%) | 31 (9%) |
| Other indications for US; number (part of population) | 279 (18%) | 44 (12%) |
The data for all US examinations (patients with multiple examinations appear multiple times) and the patients who were included in the study. *p < 0.001, chi-square test, demonstrating that men more often had a carotid stenosis than women
Statistical data for carotid bruits
| 55% (53/96) | 77% (183/238) | 26% (15/57) | 71% (236/334) | |
| 52% (255/486) | 71% (243/344) | 49% (256/525) | 81% (200/248) | |
| 53% (308/582) | 73% (426/582) | 47% (271/582) | 75% (436/582) | |
291 patients (582 cervical sides) had data regarding the degree of carotid stenosis seen on carotid US and presence or absence of a carotid bruit recorded in their medical records. With the US examination as gold standard the sensitivity, specificity and accuracy for carotid bruits were calculated with the hypothesis that all separate stenosis groups are the only ones that produce a bruit in each case
Statistical data for carotid bruits
| 1.16 | 2.62 | 0.51 | 3.65 | |
| 0.85 | 0.33 | 1.51 | 0.36 | |
| 14% | 62% | -95% | 73% | |
| 15% | 67% | -51% | 64% | |
291 patients (582 cervical sides) had data regarding the degree of carotid stenosis seen on carotid US and presence or absence of a carotid bruit recorded in their medical records. With the US examination as gold standard the likelihood ratios and the likelihood percentages for carotid bruits were calculated with the hypothesis that all separate stenosis groups are the only ones that produce a bruit in each case. How to calculate likelihood percentages is presented in the appendix.
Figure 2Calculating Positive Likelihood Percentage (PLP) using sensitivity and specificity. Inserting the formula for calculating the positive likelihood ratio using sensitivity and specificity into the newly formed formula for calculating PLP. Then the formula is simplified in two steps.
Figure 3Calculating Negative Likelihood Percentage (NLP) using sensitivity and specificity. Inserting the formula for calculating the negative likelihood ratio using sensitivity and specificity into the newly formed formula for calculating NLP. Then the formula is simplified in one step.
Some translated values between likelihood ratios and percentages
| PLR | PLP | NLR | NLP |
| 0.5 | -100% | 2 | -100% |
| 1 | 0% | 1 | 0% |
| 2 | 50% | 0.5 | 50% |
| 3 | 67% | 0.3 | 70% |
| 5 | 80% | 0.2 | 80% |
| 7 | 86% | 0.15 | 85% |
| 10 | 90% | 0.1 | 90% |
| 15 | 93% | 0.075 | 93% |
| 20 | 95% | 0.05 | 95% |
| 30 | 97% | 0.03 | 97% |
| 50 | 98% | 0.02 | 98% |
| 100 | 99% | 0.01 | 99% |
A display of different likelihood ratios converted to likelihood percentages. Note that the positive and negative sides do not always have corresponding values on the same row.